Mathematics – Numerical Analysis
Scientific paper
2010-02-14
Mathematics
Numerical Analysis
49 pages, 16 figures; Chapter 4 modified; minor corrections to Chapter 5; References updated
Scientific paper
Hamiltonian Boundary Value Methods (in short, HBVMs) is a new class of numerical methods for the efficient numerical solution of canonical Hamiltonian systems. In particular, their main feature is that of exactly preserving, for the numerical solution, the value of the Hamiltonian function, when the latter is a polynomial of arbitrarily high degree. Clearly, this fact implies a practical conservation of any analytical Hamiltonian function. In this notes, we collect the introductory material on HBVMs contained in the HBVMs Homepage, available at http://web.math.unifi.it/users/brugnano/HBVM/index.html
Brugnano Luigi
Iavernaro Felice
Trigiante Donato
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